On a certain multiple-choice test, you receive 7 marks for every question you get right, but lose 3 marks for every question you get wrong. Petunia answered all 130 questions on the test but received only 530 marks. How many questions did she answer correctly?
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Given:
Petunia answered all 130 questions on the test but received only 530 marks.
To find:
Number of the questions answered correctly.
Solution:
1) 7 Marks are offered for every right question. So if all the questions were correct then the marks would be 910.
2) 3 marks are deducted for every wrong questions. So if all the questions were wrong then the marks would be -390
3) By the concept of the mixture allegation,
Right : Wrong
910 -390
530
920 380
- Right:Wrong = 92:38
4) Number of right questions are 92 and wrong questions are 38.
Number of the questions answered correctly are 92.
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